When is an asymmetric truncated Hankel opertor equal to the zero operator? / Kiedy asymetryczny obcięty operator Hankela równy jest operatorowi zerowemu?

Abstract

-

Authors and Affiliations

Bartosz Łanucha, Małgorzata Michalska

Keywords

Related Articles

Some remarks on similar topologies / Pewne uwagi o podobnych topologiach

Let T1, T2 be topologies defined on a set X. Assume that T1 and T2 are similar, that means the families of sets with nonempty interior in topological spaces (X; T1) and (X; T2) are equal. The aim of our paper is to check...

Binary and ternary structures in physics I. The hierarchy structure of Turing machine in physics / Struktury binarne i ternarne w fizyce I. Struktura hierarchiczna maszyny Turinga w fizyce.

We recall some basic facts on Turing machine and observe its hierarchy structure. Associating the particle and anti-particle to the push down automaton and three quarks to linear bounded automaton, respectively. We can d...

Inspiration coming from a paper of A. Boutet de Monvel, J. Janas, and S. Naboko / Inspiracja badawcza wynikająca z niedawnej pracy A. Boutet de Monvel, J. Janasa i A. Naboko

We present our talk at the round table discussion at the Hypercomplex Seminar 2016 (Będlewo, Poland). The note describes an inspiration related with elementary models of unbounded Jacobi martices with with a few bounded...

Thermodynamic properties of a Hubbard model on a cubic cluster - exact diagonalization study at quarter filling

We study the thermodynamics of a zero-dimensional, cubic cluster described with a Hubbard Hamiltonian, focusing our interest on the magnetic properties. The range in which the studied cluster is paramagnetic is considere...

Download PDF file
  • EP ID EP332049
  • DOI -
  • Views 21
  • Downloads 0

How To Cite

Bartosz Łanucha, Małgorzata Michalska (2017). When is an asymmetric truncated Hankel opertor equal to the zero operator? / Kiedy asymetryczny obcięty operator Hankela równy jest operatorowi zerowemu?. Bulletin de la Société des sciences et des lettres de Łódź, Série: Recherches sur les déformations, 0(3), 69-76. https://europub.co.uk/articles/-A-332049